Answer:
The answer is 5.47 percent
Explanation:
Firstly, we find coupon payment (PMT).
it can be gotten from the price (present value) of bond formula:
PV = PMT/(1+r)^1 + PMT/(1+r)^2 ....... PMT + FV/(1+r)^n
N = 10.5 years
1/Y = 6.2 percent
PV = $945
PMT = ?
FV = $1000
Using a Financial calculator to input all the variables above,
Annual PMT = $54.72
Semi annual will be $54.72/2= $27.36
Coupon rate is Annual PMT /par value
= $54.72/1000
0.0547 or 5.47 percent
Answer: B. The capital gains yield is positive.
Explanation:
The Capital Gains Yield is a percentage figure that tells how much an investment has increased in price from it's acquisition.
It works by taking the new value and dividing it by the original value.
Using Stacy as an example, the Stock increased by $4 so assuming she bought the stock for even $0.1 then her Capital Yield is,
= 4/0.1
= 40 * 100%
= 4000% which is positive
As long as the stock was sold for more than it was bought, Capital Yield Gain is positive.
Answer: b) Loss of $7,500,000.
Explanation:
The total the investment bank paid when underwriting was:
= 10.50 * 10,000,000 shares
= $105,000,000
The total they then sell to the public is:
= 9.75 * 10,000,000
= $97,500,000
The profit is:
= Selling revenue from public - Buying cost from company
= 97,500,000 - 105,000,000
= -$7,500,000
Answer:
<em>Transferable skills</em>
Explanation:
Transferable skills <em>include all abilities that you may have, that are helpful to companies throughout different employment and sectors.
</em>
They may involve abilities that companies pursue in powerful applicants such as versatility, organisation, sportsmanship or other characteristics.
These skills can be used when searching for a new job to place your previous experience, especially if it's in another sector.
Answer:
Explanation:
Given
and 
Required
Show that they are equivalent
To do this, we simply convert both fractions to either decimal or improper fraction
Using improper fraction
After converting both to improper fraction, we have:
<em>Hence, both are equivalent</em>
